|Publication number||US7983857 B2|
|Application number||US 12/832,225|
|Publication date||Jul 19, 2011|
|Priority date||Jan 3, 2005|
|Also published as||US7769551, US20060149485, US20100276086|
|Publication number||12832225, 832225, US 7983857 B2, US 7983857B2, US-B2-7983857, US7983857 B2, US7983857B2|
|Inventors||Donald S. Oblak, Satinder K. Nayar, Paul M. Fettig, Donald L. Pochardt|
|Original Assignee||3M Innovative Properties Company|
|Export Citation||BiBTeX, EndNote, RefMan|
|Patent Citations (45), Non-Patent Citations (4), Classifications (42), Legal Events (2)|
|External Links: USPTO, USPTO Assignment, Espacenet|
This application is a divisional of U.S. application Ser. No. 11/321,677, filed Dec. 29, 2005, issued as U.S. Pat. No. 7,769,551, which application is a national stage filing under 35 U.S.C. 371 of PCT/US2005/047544, filed Dec. 29, 2005, which claims priority to Provisional Application No. 60/640,978, filed Jan. 3, 2005 and the disclosures of which are incorporated by reference in their entirety.
The present invention relates to a method and system for determining a gap between a vibrational body and a fixed point, and more particularly to a system and method arriving at such a determination based upon the resonant frequency of the vibrational body.
In ultrasonic welding (sometimes referred to as “acoustic welding” or “sonic welding”), two parts to be joined (typically thermoplastic parts) are placed proximate a tool called an ultrasonic “horn” for delivering vibratory energy. These parts (or “workpieces”) are constrained between the horn and an anvil. Oftentimes, the horn is positioned vertically above the workpiece and the anvil. The horn vibrates, typically at 20,000 Hz to 40,000 Hz, transferring energy, typically in the form of frictional heat, under pressure, to the parts. Due to the frictional heat and pressure, a portion of at least one of the parts softens or is melted, thus joining the parts.
During the welding process, an alternating current (AC) signal is supplied to a horn stack, which includes a converter, booster, and horn. The converter (also referred to as a “transducer”) receives the AC signal and responds thereto by compressing and expanding at a frequency equal to that of the AC signal. Therefore, acoustic waves travel through the converter to the booster. As the acoustic wavefront propagates through the booster, it is amplified, and is received by the horn. Finally, the wavefront propagates through the horn, and is imparted upon the workpieces, thereby welding them together, as previously described.
Another type of ultrasonic welding is “continuous ultrasonic welding”. This type of ultrasonic welding is typically used for sealing fabrics and films, or other “web” workpieces, which can be fed through the welding apparatus in a generally continuous manner. In continuous welding, the ultrasonic horn is typically stationary and the part to be welded is moved beneath it. One type of continuous ultrasonic welding uses a rotationally fixed bar horn and a rotating anvil. The workpiece is fed between the bar horn and the anvil. The horn typically extends longitudinally towards the workpiece and the vibrations travel axially along the horn into the workpiece. In another type of continuous ultrasonic welding, the horn is a rotary type, which is cylindrical and rotates about a longitudinal axis. The input vibration is in the axial direction of the horn and the output vibration is in the radial direction of the horn. The horn is placed close to an anvil, which typically is also able to rotate so that the workpiece to be welded passes between the cylindrical surfaces at a linear velocity, which substantially equals the tangential velocity of the cylindrical surfaces. This type of ultrasonic welding system is described in U.S. Pat. No. 5,976,316, incorporated by reference in its entirety herein.
In each of the above-described ultrasonic welding techniques, the workpieces to be joined are disposed between the horn and the anvil, during the welding process. One way to weld is by fixing a gap between the horn and the anvil. The gap between the horn and anvil creates a pinching force that holds the workpieces in place while they are being joined. For the sake of yielding a uniform and reliable welding operation, it is desirable to maintain a constant gap between the horn and the anvil.
During operation, one or more components of the horn stack, including the horn, itself, generally experience an elevation in temperature. Thus, the horn stack generally experiences thermal expansion. As the horn stack expands, the gap between the horn and the anvil is decreased—a result inimical to the aforementioned goal of yielding a uniform and reliable welding operation.
As the foregoing suggests, presently existing ultrasonic welding schemes exhibit a shortcoming, in that the gap between the horn stack and the anvil grows narrower, during successive welding operations.
Against this backdrop, the present invention was developed. According to one embodiment, a system is provided for applying ultrasonic energy to a workpiece, the system includes a horn stack and a mounting system upon which the horn stack is mounted. The system also includes a source of energy coupled to the horn stack and an anvil having a surface for supporting the workpiece. A controller is configured to receive a resonant frequency of the horn stack, and to determine a quantity standing in known relation to a change in gap between the horn stack and the anvil.
According to another embodiment, a system for applying ultrasonic energy to a workpiece includes a horn stack and a mounting system upon which the horn stack is mounted. The system further includes a source of energy coupled to the horn stack and an anvil having a surface for supporting the workpiece. The system also includes a means for determining a quantity standing in known relation to a change in the gap between the horn
Various embodiments of the present invention will be described in detail with reference to the drawings, wherein like reference numerals represent like parts and assemblies throughout the several views. Reference to various embodiments does not limit the scope of the invention, which is limited only by the scope of the claims attached hereto. Additionally, any examples set forth in this specification are not intended to be limiting and merely set forth some of the many possible embodiments for the claimed invention.
The horn 108 is separated from the anvil 110 by a distance labeled “Gap” in
The mounting system 200 maintains a substantially fixed distance between a workpiece-supporting surface 210 of the anvil 110 and a portion of the horn stack 100. In this case, the mounting system 200 maintains a substantially fixed distance between the upper surface 210 of the anvil 110 and the midpoint/nodal point 208 of the booster 106. Therefore, should the horn stack 100 expand during operation, the horn stack 100 expands outwardly from the midpoint 208 of the booster 106, along the longitudinal axis of the stack 100, as indicated by the arrows labeled “Expansion” in
Given the mounting arrangement of
According to one embodiment, the converter 104 and booster 106 are maintained at a substantially constant temperature. For example, the converter 104 and booster 106 may be cooled by a cooling system, such as by one or more fans that circulate relatively cool air to the surfaces of the converter 104 and booster 106, so as to substantially maintain their temperatures, and to thereby substantially suppress their thermal expansion. Therefore, according to such an embodiment, any change in length of the horn stack 100 may be considered as being substantially due to expansion of the welding horn 108.
Furthermore, according to some embodiments, the horn 108 is cooled by a cooling system, so as to suppress or reduce its propensity to heat up during operation. Generally, such a scheme does not totally eliminate thermal expansion of the horn 108, meaning that it still exhibits some degree of thermal expansion, which should be accounted for, if the gap length is to be maintained substantially constant.
It is known that the length of a given body is inversely proportional to the given body's resonant frequency. Stated another way, as a body grows in length, it exhibits a lower resonant frequency. Therefore, as the horn stack 100 grows in length, as occurs, for example, by virtue of thermal expansion, it exhibits a lower resonant frequency. Specifically, the length of a body, l, is related to its resonant frequency, f, by the following equation:
where E represents the modulus of elasticity of the object, and where ρ represents the density of the object. If the object is compound (e.g., is made up of multiple parts or has various sections made from different materials, etc.), E and ρ may be assigned values representing the behavior of the materials, considering its various parts (e.g., may be a weighted average, etc.).
According to some embodiments, the energy source 102 detects the resonant frequency, f, of the horn stack 100, in order to generate an AC signal equal in frequency thereto. For example, the energy source 102 may deliver a sinusiodal signal exhibiting a particular peak-to-peak voltage (or root-mean-square voltage) to the horn stack 100. While keeping the peak-to-peak (or RMS) voltage of the sinusoidal signal constant, the energy source 102 adjusts the frequency of the signal, and seeks out the frequency at which the least current is drawn by the horn stack 100—this frequency is the resonant frequency of the horn stack 100. Accordingly, per such embodiments, the resonant frequency of the stack 100 may be obtained from the energy source 102. According to other embodiments, the resonant frequency of the stack 100 may be detected by observation of the stack 100 with a detector.
Upon obtaining the resonant frequency of the horn stack 100, the overall length of the stack 100 may be obtained by relating, in a manner similar to the aforementioned physical principles, resonant frequency to horn stack length. Given that the converter 104 and booster 106 are cooled, so as to substantially suppress the effects of thermal expansion thereupon, the length of the horn stack 100 can be related to the gap length. For example, according to the scheme of
where D is an approximately constant value that represents the length between the top of the horn 108 and the workpiece-supporting surface 210 of the anvil 110.
The gap-determining unit 304 receives the resonant frequency of the horn stack, and generates a quantity standing in known relation to the gap length. According to one embodiment, the gap-determining unit 304 is a software module executing upon a processor coupled to a memory unit. The gap-determining unit 304 may execute upon the same processor upon which the firmware controlling the ultrasonic power supply 300 executes. Alternatively, it may execute upon a different processor that is in data communication therewith. In either event, the software/firmware executed by the gap-determining unit 304 may function according to the schemes (below) discussed with reference to
According to an alternative embodiment, the gap-determining unit 304 may receive the resonant frequency of the horn stack from a source other than the ultrasonic power supply 300. For example, the system may include a detector 306 that observes the horn stack, measures the resonant frequency thereof, and communicates the resonant frequency to the gap-determining unit 304. In the discussion that follows, it is assumed that the resonant frequency originates from the ultrasonic power supply 300, for the sake of example only.
The various entries in the table 400 may be populated ex ante by a heuristic process, in which the length of the horn stack 100 and the length of the gap are recorded for each frequency, f, within the table 400. Alternatively, the various entries in the table 400 may be populated by theoretical calculation, in a manner similar to that described above.
where D represents the distance between the top of the horn 108 and the workpiece-supporting surface 210 of the anvil 110, and L represents the length of the horn.
The aforementioned principle of determining the length of the gap between a horn and an anvil based upon the resonant frequency of the horn stack is applicable to the horn 500 of
Initially, as shown in operation 508, the resonant frequency of the horn stack is received. Thereafter, the length of the horn 502, L, is determined based upon the frequency, in like manner as described above (operation 510). As before, the horn stack of
Since the horn 500 expands proportionally in all dimensions, the ratio between its length, L, and its radius, B, remains constant. Therefore, after calculation of the length of the horn 502, its radius may be arrived at by multiplication of the length by the aforementioned ratio, B, as shown in operation 512. Finally, the length of the gap may be determined by subtracting the radius from the distance, D, between the longitudinal axis of the horn 500 and workpiece-supporting surface 506 of the anvil 504, as shown in operation 514.
It should be noted that the results of the method described with respect to
Coupled to the horn stack is a position adjustor 606. The position adjustor 606 adjusts the horn stack 600, either toward or away from the anvil, under the control of an input signal. A known relationship exists between the input signal delivered to the adjustor 606 and its response thereto. The position adjustor 606 is in data communication with a control signal generator 604. The control signal generator 604 receives the resonant frequency of the horn stack as an input, and generates a control signal that is delivered to the position adjustor 606. The control signal generator 604 yields a control signal that maintains a substantially constant gap between the anvil and the horn, given the resonant frequency of the horn stack 600 and the relationship between the response of the position adjustor 606 and its input signal.
The control signal generator 604 may be embodied as a controller circuit, such as a processor in data communication with a memory device that stores firmware/software in accordance with the aforementioned principles. It may alternatively be embodied as an ASIC yielding the aforementioned control signal so as to maintain a substantially constant gap. In the following portion of the disclosure, a particular embodiment of a position adjustor is disclosed. It is not necessary to use the position adjustor disclosed below for practice of the invention. Also, the preceding portion of the specification was directed toward particular methods of determining the length of a horn or the length of a gap, based upon the resonant frequency of the horn stack. According to other embodiments, such determinations may be arrived at by measurement of the temperature of the horn stack, or of its various components.
The frame 706 also includes a force-receiving plate 712 that is coupled to the frame 706 by a pair of members 714. A force is applied to the force-receiving plate 712 by a force applicator (not depicted in
To maintain a constant gap between the horn 700 and the anvil 704, the following scheme may be employed. While the horn 700 is at its unelevated temperature, an initial force is applied to the plate 712, to cause the gap between the horn 700 and the anvil 704 to be established at an “ideal” length. As the horn 700 thermally expands during operation, the gap grows smaller. To counteract this effect, the force applied to the plate 712 is reduced, causing the stop 718 to exhibit a lesser deflection, meaning that the horn 700 and frame are translated upwardly (i.e., away from the anvil). Thus, the gap between the horn 700 and the anvil 704 may be maintained substantially constant by controlled application of force to the plate 712. To ensure the functionality of this scheme the initial force applied to the plate 712 should be of sufficient magnitude to cause the stop 718 to exhibit a deflection at least as great in extent as the expected thermal expansion to be counteracted.
The deformable stop 714 is elastic, and preferably has a relatively high modulus of elasticity. By selection of a material having a relatively high modulus of elasticity, a circumstance is set up in which the force required to deflect the stop 714 is relatively great compared to the process force (i.e., the force exerted by the horn on the workpiece). Such an arrangement provides for ease of control design. According to one embodiment, the stop 714 may be made of steel, or another suitable material. According to one embodiment, the force exerted upon the stop 714 does not cause the material therein to exit its elastic range (i.e., the stop 714 will return to its original shape upon withdrawal of the force). Further, according to one embodiment, the stop 714 exhibits a deflection that is proportional to the force applied thereto, i.e., there exists a linear relationship between the force applied to the stop 714 and the extent of deflection exhibited thereby.
The gap length arrived at by the gap-determining unit is supplied to a force-determining unit 806. The force-determining unit 806 determines the force to be exerted upon the frame (e.g., plate 712 in
After arrival at the gap length, this value is provided to the force-determining unit 806. The force-determining unit 806 arrives at the force to be applied to the frame, in order to keep the gap substantially constant. The force arrived at is a function of, amongst other things, the length of the stop, Lstop, the modulus of elasticity of the stop, E, the cross-sectional area of the stop, A, the difference between the initial gap length and the gap length as arrived at by the gap determining unit 804, Δ, and the assembled system deflection.
The various entries in the table 900 may be populated ex ante by a heuristic process, in which the force to be applied to the frame and the control signal corresponding thereto are experimentally determined for each gap length, G, within the table 900. Alternatively, the various entries in the table 900 may be populated by theoretical calculation, in a manner similar to that described below with reference to
Bladder 1061 is used to apply the force to move horn support 1020 and horn 1032 toward anvil 1021; the force is controlled by adjusting the air pressure in bladder 1061. As surface 1025 contacts fixed stop 1055, support plate 1056 deflects slightly under the applied force.
In one specific example, the minimum allowable force to weld a desired product is 600 pounds (about 272 kg), which is generated by 30-psig (about 207 kPa) air pressure in bladder 161. The desired fixed gap is 0.0020 inch (about 0.05 mm).
In operation with a titanium horn, it was determined that the temperature will increase from room temperature by a maximum of 50° F. (about 27.7° C.), which will increase the horn length by 0.0010 inch (about 0.025 mm). As a result, the gap between horn 132 and anvil 121 is reduced to 0.0010 inch (about 0.025 mm), if no compensation is made. The deflection of support plate 156 is known to be 0.0010 inch (about 0.025 mm) per 675 pounds force (about 306 kg-force). Therefore, the applied force with a room temperature horn must be at least 1125 pounds (about 510 kg), or 60 psig (about 414 kPa). As the horn operates and increases in length, the applied air pressure is reduced from 60 psig (about 414 kPa) to 30 psig (about 207 kPa) to keep the gap between horn and anvil constant.
A welding apparatus, generally configured to control the distance between the anvil and the horn by utilizing a deformable stop assembly, includes an anvil with a fixed stop, a horn, and a force applicator mounted so as to be able to apply force to press the horn against the fixed stop such that elastic deformation of the fixed stop provides fine control over the gap between the horn and the anvil. The apparatus may include a sensing system to monitor a specific property of the horn and control the force applied to the horn so as to hold the gap between the horn and the anvil at a fixed value despite changes in the specific property. The property monitored could be, for example, temperature, length, or vibration frequency of the horn.
The use of a deformable, yet fixed stop to compensate for the horn length increase, due to thermal expansion, can be used with a rotary anvil, stationary anvil, rotary horn, stationary horn, or any combination thereof.
In use, the workpieces to be joined would be positioned between the horn and the anvil, energy would be applied to the horn and the horn would be energized, and a force would be applied to the horn to urge the horn against the fixed stop such that elastic deformation of the fixed stop provides fine control of the gap between the horn and the anvil.
To employ the methods discussed above, one can determine data for a system, and then fit it into equations that can be used in the control system for a particular unit. Applicants have used the following method for the system described above, but this method can be applied to other systems of different configurations. The equations were can be derived using engineering principles or using measured data from an individual system.
Equations 2-5 were best fits to linear systems of the two variables. The slope and intercept of the equations were determined empirically from best fitting measured data of the system. Measuring the relationship between the variables can similarly yield the slope and intercept of any particular system. It is preferred that the systems behave linearly in the operating regions, but if the systems are non-linear, a second order or higher equation can be used.
Applicants have developed and used the method described following for control of a gap during ultrasonic welding.
First, for a rotary ultrasonic system as described above, the following parameters were determined.
(1) Horn diameter=6.88″
(2) Ambient temp. ° F.=65° F.
(3) Frequency at ambient temp.=19.986 KHz
(4) Pressure at which gap is set at=72.5 psig.
(5) Gap set point for the process=2 mils (1 mil=0.001 inch).
The material properties of the horn are also known,
(6) Coefficient of Thermal Expansion, α
αTitanium=5.4×10−6 deg F./inch/inch
αTitanium=5.4×10−5 deg F./inch/inch
When the system is energized and operating, the horn will increase in temperature. So next, one determines what would be the temperature, Tfinal, at which there will be no gap left (i.e., 2.0 mil gap goes to zero, e.g., contact between horn and anvil) when welding continuously. This temperature is found by solving Equation 1:
In Equation 1, Tfinal is the temperature at which the Gap vanishes, IG is the initial gap (in mils) set and measured when the system is set-up and not in operation, D is the outer diameter of the rotary horn, and α is the coefficient of thermal expansion of the horn material. Solving Equation 1 using the above inputs for an aluminum horn gives a temperature of 172.7 deg F. where the gap will go to zero based on heating of the horn during operation. Thus, if the horn heats to 172.67° F., then there will be no gap left. Hence there is an upper bound for temperature. The upper bound for any given system can be found using equation 1 for a rotary system. One of ordinary skill in the art will also appreciate that a similar equation can also be derived for other geometries, and an upper operating temperature for avoiding a vanishing gap can be determined.
As it is difficult to measure the temperature on a dynamic resonating state of a horn, Applicants developed using a surrogate that gives an indirect, but accurate, measurement of temperature. Instead of directly measuring temperature, the frequency of the horn is determined by measuring the frequency of the horn during operation, and then determining temperature by using Equation 2 following:
λmin=−0.0017*T final+20.096 (Equation 2)
In Equation 2, λmin is the minimum frequency at which the horn can be operated before the gap goes to zero, and the coefficients of the linear equations have been determined empirically by experiment. Solving Equation 2 for the input parameters, the gap will go to zero when the frequency of the horn drops to less than 19,802 Hertz. Since the frequency of the horn is a parameter than can be measured easily using standard equipment commonly used by those of ordinary skill in the art, one can determine using Equations 1 and 2 the minimum operating frequency of a rotary system that will keep the gap from closing, which can result in product damage and also damage the horn and/or anvil due to the contact.
Using Equations 1 and 2, one now has the ability to relate gap to temperature and temperature to frequency. Hence, one can relate the gap to frequency. During normal operation, when the material is in the gap (or nip), it is difficult to measure the gap, but using the above principles, the frequency can be used to determine the gap. The relationship between the frequency of the horn and the gap between the horn and anvil can be determined using Equation 3 (which can be solved for either the gap as a function of frequency or vice versa) following:
λ=0.0965*Gap+19.7925 (Equation 3)
In Equation 3, λ is the horn frequency and the Gap is measured in mils (1 mil=0.001 inches). Solving Equation 3 for a gap of 1 mil gives a frequency of 19,889 Hertz. Note that there is now a way to determine the gap change as a function of frequency. Using the information thus determined by Equations 1-3, the force applied to the horn/anvil arrangement can be controlled to keep the operating gap constant as the temperature and frequency of the horn change during operation of the welding assembly.
To control the gap and keep it a constant operating value, the pressure applied to the system is controlled, thereby compensating for thermal expansion of the horn as it heats during operation. Referring back to the example above, when the gap is reduced to 1 mil, one needs to reduce the pressure exerted on the system so that the system can keep or get back to original gap setting of 2 mils. Hence, to compensate for the thermal expansion, the pressure is reduced to get the gap to go back to 2 mils.
To reduce the pressure properly, one first needs to determine the relationship between pressure and frequency, as shown by Equation 4 following:
P compensation=−367.3404*λ+7412.7731−P setpoint (Equation 4)
For example, using the above parameters, one can determine the pressure reduction needed to move restore an initial gap of 2 mils when the horn expands 1 mil due to thermal expansion.
Example: What is the pressure compensation needed if the gap changed to 1 mil?
First calculate the frequency for gap at 1 mil from Equation (3) (that value is 19.889 KHz, as previously determined). Then substituting the values into Equation 4 yields,
Pcompensation=34.24 psig (reduction in operating pressure)
After the pressure has been determined, to compensate for thermal expansion, it can be verified what is the gap at that pressure compensation. This gap should be roughly equal to initial gap plus the gap change due to thermal expansion. To verify, first the relationship between the Pressure and Gap is determined by Equation 5 following:
P Compensation=35.461*(Gap@Pressure Compensation)+142.205 (Equation 5)
For example, at a pressure compensation of 34.24 psig (from Equation 4), one can rearrange Equation 5 and solve for the Gap:
Gap@Pressure Compensation=(34.24−142.205)/−35.461=3.045 mils
Thus, one can validate the model because the Initial Gap was set at 2.0 mils and the gap change was 1 mil. Therefore, to compensate for a 1 mil expansion due to heating of the horn during operation, one would open the gap by 1 mil, thereby restoring the original 2.0 mil gap.
Thus, using the equations (or deriving their equivalents for linear horns or other geometries) discussed above for determining the operating parameters, one can determine the operating limits for a rotary ultrasonic welding process. For example, the operating temperature limit is found using Equation 1 and value of Gap set point (target). The operating frequency limit of the ultrasonic horn is found using Equation 2 and using the value of Temperature limit from Equation 1. The frequency at gap change is found using Equation 3 and using the value of the gap as input. The temperature at gap change is found using Equation 2, but using the value of frequency determined from Equation 3. The Pressure Compensation for Gap change is found using Equation 4 but using value of Frequency from Equation 3. The Gap at Pressure Compensation (at Ambient Temperature) is found using Equation 5, but using the value of Pressure Compensation from Equation 4.
There exists yet another scheme by which the gap between a horn and an anvil may be controlled. As mentioned previously, in the context of ultrasonic welding, a horn is driven by an acoustic signal, generally in the realm of 20,000 to 40,000 Hz.
As can be seen from
Before proceeding further, it is pointed out that
For the sake of discussion, the amplitude of the voltage signal stimulating the surface displacement shown in
As mentioned previously, during a typical welding operation, a horn may exhibit a surface displacement on the order of 3 mils, for example. However, the welding operation may yield satisfactory product, even if the surface displacement is reduced by, for example, 33%. Thus, per the aforementioned example, the welding operation may be performed with the horn exhibiting a displacement of as little as 2 mils. It follows, then, that the welding operation may be initiated using an electrical signal of sufficient amplitude to stimulate a surface displacement of 3 mils. During operation, the horn experiences thermal expansion, meaning that the gap between the horn and the anvil diminishes as the horn expands towards the anvil. To counteract this effect, the amplitude of the electrical signal stimulating the horn may be attenuated, so as to yield a surface displacement less than the original 3 mils, thereby maintaining a substantially constant gap. Of course, in the context of an operation that requires at least 2 mils of displacement to produce an appropriate product, the electrical signal should not be attenuated to such an extent that the surface of the horn exhibits less than the required 2 mils of displacement.
An exemplary embodiment of a system for controlling the gap between a horn and an anvil is depicted in
The gap determining module 1204 determines the length of the gap (or, may determine the change in the gap, or may determine any other value standing in known relation to the length of the horn), based upon the resonant frequency, as described previously. Thereafter, the gap length (or change therein) is supplied to an amplitude determining module 1206. In response, the amplitude determining module identifies the proper amplitude of the electrical signal to be delivered by the power supply, in order to maintain the gap substantially constant. The amplitude may be retrieved from a look-up table, or may be arrived at by calculation. The amplitude determined thereby is communicated to a control signal generation module 1208, which generates an appropriate command or control signal to cause the power supply 1202 to adjust the amplitude of the signal to that selected by the amplitude determination module 1206.
As described previously, each of the modules 1204-1208 may be embodied as dedicated hardware, such as one or more ASICs cooperating with one another. Alternatively, the modules 1204-1208 may be embodied as software/firmware stored in a memory, and executed by a processor in communication therewith. If embodied as firmware/software, the instructions making up the modules 1204-1208 may be executed by the same processor, or may be executed by a plurality of processors, as a matter of design choice.
Another exemplary embodiment of a system for controlling the gap between a horn and an anvil is depicted in
The gap determining module 1214 determines the length of the gap (or, may determine the change in the gap, or may determine any other value standing in known relation to the length of the horn), based upon the resonant frequency, as described previously. Thereafter, the gap length (or change therein) is supplied to an amplitude determining module 1216 and to an adjustor 1220. The adjustor 1220 is a system that can alter the position of the horn, such as the adjusting systems shown in
For example, according to one embodiment, the amplitude determination unit 1216 and adjustor 1220 operate according to the method depicted in
Although the operations of
Further, it is to be noted that, in operation 1302, the adjustor 1220 may communicate the position of the horn to the module performing the method of
According to another embodiment, the amplitude determination unit 1216 and adjustor 1220 operate according to the method depicted in
Although the operations of
Further, it is to be noted that, in operation 1402, the adjustor 1220 may communicate the position of the horn to the module performing the method of
Upon reading and understanding the foregoing process for controlling an ultrasonic welding system, one of ordinary skill in the art will appreciate that gap control for a system can be achieved by measuring the operating frequency of the horn, and then adjusting the force, for example, pressure, that controls the gap. The specific equations can be derived or determined empirically for any horn geometry, including linear and rotary horns.
The various embodiments described above are provided by way of illustration only and should not be construed to limit the invention. Those skilled in the art will readily recognize various modifications and changes that may be made to the present invention without following the example embodiments and applications illustrated and described herein, and without departing from the true spirit and scope of the present invention, which is set forth in the following claims.
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|Cooperative Classification||B29C66/81812, B29C66/8185, B29C66/81261, B29C66/40, B29C66/8122, B29C66/961, B29C66/9516, B29C66/9513, B29C65/086, B29C65/087, B29C66/8322, B29C65/085, B29C66/82421, G01B17/02, B29C66/9241, B29C66/92651, B06B3/00, B29C66/9511, B29C66/929, B29C66/8242, B29C66/92613, B23K31/125, B29C65/08, B23K20/10, B29C66/83411, B29C66/919, B29C66/96, B29C66/92311, B29C66/91231, B29C66/91211, B29C66/91421|
|European Classification||B23K20/10, G01B17/02, B06B3/00, B29C66/81811, B29C66/82421, B29C66/92, B29C65/08, B23K31/12Q, B29C66/83411|
|Aug 30, 2011||CC||Certificate of correction|
|Dec 31, 2014||FPAY||Fee payment|
Year of fee payment: 4